What Tricky Hexagons actually does (from store listing)
Tricky Hexagons is a fun and addictive puzzle where you need to connect cells in groups of 4 or more cells of the same type to merge them in one cell.
To create groups move the cell by tapping on it and then selecting a new location. There must be a path of empty cells to a new location.
There are two sequences of numbers that can be merged into a higher number, so you need to decide where to move cells with numbers of the different sequences.
The larger group is, the higher score you g…
Tricky Hexagons is a fun and addictive puzzle where you need to connect cells in groups of 4 or more cells of the same type to merge them in one cell.
To create groups move the cell by tapping on it and then selecting a new location. There must be a path of empty cells to a new location.
There are two sequences of numbers that can be merged into a higher number, so you need to decide where to move cells with numbers of the different sequences.
The larger group is, the higher score you get from it. Try to get the highest score you can.
Tricky Hexagons features:
★ 2 sequences of numbers that can be merged
★ Leaderboards to challenge your friends score!
★ Achievements
★ Easy and fun to play
★ Resume last game
★ Colorful graphics
Compete with your friends and people from all the globe via leaderboards.
Play, it's fun! You will enjoy it ;)
Comparable Android apps
The five apps in Puzzle with the closest revenue to Tricky Hexagons. Click any to see its detail page.
Each forecast combines App Store rating, ratings count, monetisation model, pricing tier, IAP signals and ad-supported flag.
The base estimate is then multiplied by a per-category scaling factor learned from apps with founder-verified MRR.
Every number on this page comes from public APIs and bumetric's own snapshot history.
Full methodology covers input variables, accuracy bands per category and how we treat apps without comparable anchors.
See also the live data on Tricky Hexagons's tracker page for current rating, reviews and snapshot timeline.
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